Question

An annuity pays $1200 per year for 15 years. The money is invested at 5.2% compounded annually. The first payment is made 1 y
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Answer #1
Future Value of an Ordinary Annuity
= C*[(1+i)^n-1]/i]
Where,
C= Cash Flow per period
i = interest rate per period
n=number of period
= $1200[ (1+0.052)^15 -1 /0.052]
= $1200[ (1.052)^15 -1 /0.052]
= $1200[ (2.1391 -1] /0.052]
= $26,287.49
Interest earned = $26287.49-(1200*15)
=$8287.49
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